And while I'm griping about taxes....
Let me throw one in there for property taxes, one of what I think is the most ridiculous taxes of all.
Property tax rates vary, but mine is around 3% of the property's ad valorum value. So a $100,000 piece of land will have a tax consequence of $3,000 per year.
BUT WAIT, the property value might go up each year, so the tax consequence will go up proportionally, and you have to pay the tax every year.
It's hard to think about because it is a recurring cost, but what if we paid a "sales tax" instead of all of the recurring property taxes? What if we just went ahead and paid all those taxes today when we buy the property instead of later?
It's a little tough to calculate, but it can be done! You have to account for appreciation of the land (i'll use 4%), the time value of money for present value calculations (I'll use 10%), and the effective tax rate (I'll use 3%). With all of this in hand, I come out with an equation:
Tax=C*t*(1+j)^n/(1+i)^n
TaxRate=Tax/C
where
C= the original property value
j=capital appreciation
i=interest rate, time value of money
n=number of years
So of course the tax rate depends on how long you keep the land. So for 5 years the equivalent rate is 13%. If you owned the land for 30 years, you'd have to add on 42% to that original 30 year mortgage.
And what is the limit as n goes to infinity?
52%.
Now that's a high tax rate!
PS: That's looking on the bright side. If you looked as this tax as a capital gains tax...in other words a tax on the amount of capital appreciation...under our scenario the rate would be a whopping 78%!
Property tax rates vary, but mine is around 3% of the property's ad valorum value. So a $100,000 piece of land will have a tax consequence of $3,000 per year.
BUT WAIT, the property value might go up each year, so the tax consequence will go up proportionally, and you have to pay the tax every year.
It's hard to think about because it is a recurring cost, but what if we paid a "sales tax" instead of all of the recurring property taxes? What if we just went ahead and paid all those taxes today when we buy the property instead of later?
It's a little tough to calculate, but it can be done! You have to account for appreciation of the land (i'll use 4%), the time value of money for present value calculations (I'll use 10%), and the effective tax rate (I'll use 3%). With all of this in hand, I come out with an equation:
Tax=C*t*(1+j)^n/(1+i)^n
TaxRate=Tax/C
where
C= the original property value
j=capital appreciation
i=interest rate, time value of money
n=number of years
So of course the tax rate depends on how long you keep the land. So for 5 years the equivalent rate is 13%. If you owned the land for 30 years, you'd have to add on 42% to that original 30 year mortgage.
And what is the limit as n goes to infinity?
52%.
Now that's a high tax rate!
PS: That's looking on the bright side. If you looked as this tax as a capital gains tax...in other words a tax on the amount of capital appreciation...under our scenario the rate would be a whopping 78%!
